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The image contains a problem written in Greek. It appears to ask for the evaluation of a contour integral:

1) Compute the contour integral \( \int_{\gamma} z^2 \, dz \) where \( \gamma(t) = t^2 - it \), for \( t \in [0,

Υπολογίστε το επικαμπύλιο ολοκλήρωμα ∫γ z^2 dz όπου γ(t) = t^2 - it, t ∈ [0, 1].

Learn how to compute the contour integral ∫γ z^2 dz where γ(t) = t^2 - it for t in the interval [0, 1]. This problem covers complex analysis concepts and contour integration, suitable for undergraduate students in mathematics and physics.

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